Theorem 3.6 [1]}
Let \(E_1\)  and \(E_2\)  elliptic curves satisfying the conditions \((\ref {one})\)  to \((\ref {six})\) . There exists a unit \(w\in \mathbb {Z}_p^{\times }\)  for which
\(\mathcal {L}^{\Sigma _0}(E_1/\mathbb {Q},T)\equiv w \mathcal {L}^{\Sigma _0}(E_2/\mathbb {Q},T)\mod {p \Lambda }.\) 

